Definition: Common Configuration filename

Configuration file for the application

Definition: A partial derivative: a derivative with respect to one independent variable of a function in multiple variables while holding the other variables constant.

Alright class, settle down, let’s take a look, At ‘partial,’ a word that needs a little hook! The dictionary gives us a helpful plea, "A partial derivative… for you and me!" Let's break it down with a rhythmic flow, Think of functions where numbers grow. Imagine a function, say f(x, y) , you see, With two variables – x and y, agree? Now, when we find a derivative’s grace, We focus on one variable's space. We hold the others steady, nice and tight, Like holding a candle in the fading light. So if we take the derivative of f with respect to x , While keeping y constant, that's what we expect! And if we do the same for y , you see, Holding x steady – perfectly free! That’s a ‘partial,’ my dears, it’s clear and true, A single change, just focusing through. In short: It's like taking a peek at how one thing changes when everything else stays the same. It’s about isolating a specific variable. Do you have any questions? Don’t be shy, let’s try!

Definition: To a partial degree or extent, incompletely.

Alright class, settle down now, let’s take a peek, At a tricky word – “partially,” it’s sleek! The dictionary gives us a helpful clue, “To a partial degree or extent, incompletely, too!” Let's break that down with a little rhyme, you see, "Partially" means not completely free. It suggests something isn’t whole, it’s true, But a piece of it remains for me and you! Think of a cookie, half devoured with glee, That's partially eaten – you can plainly see! Or maybe a puzzle, with pieces astray, Not finished yet, just part of the way. So “partially” means some but not all, A fraction of something, answering your call! Do you understand now, bright and keen? Any questions for me?